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Q: What is the independent and dependent quantity of the amount of money spent at the movies increases with the number of tickets purchased?

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you cannot. you need more info.

The percentage increase form 10 to 13 is 30%

A decimal representation does not imply a change in the measurement units. So a quantity of joules, to the [unspecified] decimal place is still a quantity of joules. If this is required then you need to specify the units into which the quantity is to be converted.

Multiply the quantity by the percentage and divide by 100. So, to find 45% of 180, calculate (180*45)/100

It is 525/1 grams. If you want it expressed as a fraction of some other quantity then you need to specify the second quantity.

Related questions

price is dependent or independent?quantity

The pulse rate, since it's dependent on the quantity of caffeine, which is the changeable, independent variable.

The variable that you can manipulate in the experiment is always the independent variable. The quantity that changes as a result of your manipulation is the dependent variable.

x is commonly used as a variable to present some quantity, but I cannot say whether this is dependent or independent without knowing what x represents or to what you are asking it is independent from.

It is the quantity that is controlled. The dependent variable is the one that changes accordingly: it depends on the first one.

There is no such quantity. Time is often cited as an example but it is always the dependent variable when studying the periodicity of pendulums, or waiting time in queues.

The quantity of salt added to water is under your control and it will change the boiling point of water,i,e. the temperature of water. So quantity of salt is an independent variable while the temperature of water is dependent variable, when other factors are kept constant.

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When one quantity is proportional to another, it indicates that one quantity is dependent on the other by a factor and increases/decreases with the other quantity. When the two quantities are equal, the output of both the quantities is said to be the same.

Use variables to represent two quantities in a real-world problem that change in relationship to one another; write an equation to express one quantity, thought of as the dependent variable, in terms of the other quantity, thought of as the independent variable. Analyze the relationship between the dependent and independent variables using graphs and tables, and relate these to the equation.

Independent variables, namely a quantity change will not cause except the dependent variable other than the amount of change. Only by the independent variables to a physical quantities to express, it is by the function relation is correct The dependent variable, a quantity change will cause in addition to other than the dependent variable amount change. Put the dependent variables as independent variable, is to determine the relationship between a big physical quantities. Variables, it is to point to have no fixed value, can change the number Constant DuoZhong type, and every type is there is a data type, have integers, bytes, characters, floating point, enumeration, etc.

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